What is the Time it Takes for a Car to Fall off a Cliff with Given Parameters?

AI Thread Summary
To calculate the time it takes for a car to fall off a 40-meter cliff, the car's initial conditions, including a 30-meter horizontal distance and friction coefficients, are crucial. The kinetic friction coefficient is noted as 0.50, which affects the car's sliding motion before it falls. A suggestion is made to clarify the problem with a diagram for better understanding. By applying principles of projectile motion, one can derive the speed at which the car leaves the cliff and subsequently determine its initial speed before skidding. Clearer problem formulation and calculations are essential for accurate results.
michelle2011
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Homework Statement


I am trying to start a project. My first step is to figure out the time a car fell off of a cliff. I know the height of the cliff which 40 meters, the base of the cliff from the car when it reaches the bottom which is 30 meters. The car has a static friction coeffiecient of 0.1 and a kinetic (sliding) friction coeffiecient of 0.50. Before it falls off the cliff it slides 2 meters and the car has a mass of 1000 kg.


Homework Equations


f(kinetic)=coffecient of kinetic friction x mass x gravity



The Attempt at a Solution


I tried to find the force by setting the above equation equal to kinetic friction which equals the force
 
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You wrote,

"The car has a static friction coeffiecient of 0.1 and a kinetic (sliding) friction coeffiecient of 0.50. "

The static friction coefficient should be larger?

The way you word your problem I have now idea what is going on. A picture might help or a better description of the problem.
 
You should be able to get the speed with which the car left the cliff by assuming projectile motion. Working backwards one can then get the initial speed of the car before it started to skid.
 
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